SOLUTION: Find the measures of the 3 angles of a triangle if the largest is 67 degrees less than 3 times the smallest and the other angle is 22 degrees more than the smallest.
3(s)-67=L
Algebra ->
Angles
-> SOLUTION: Find the measures of the 3 angles of a triangle if the largest is 67 degrees less than 3 times the smallest and the other angle is 22 degrees more than the smallest.
3(s)-67=L
Log On
Question 657725: Find the measures of the 3 angles of a triangle if the largest is 67 degrees less than 3 times the smallest and the other angle is 22 degrees more than the smallest.
3(s)-67=L
22+s=other
should I have somewhere that all 3 equal 180 Answer by MathTherapy(10553) (Show Source):
You can put this solution on YOUR website!
Find the measures of the 3 angles of a triangle if the largest is 67 degrees less than 3 times the smallest and the other angle is 22 degrees more than the smallest.
3(s)-67=L
22+s=other
should I have somewhere that all 3 equal 180
Let the smallest angle be S
Then largest = 3S - 67
Middle angle = S + 22
Send comments and “thank-yous” to “D” at MathMadEzy@aol.com
